题目: The existence of Kahler-Einstein metrics on K-polystable Q-Fano varieties with non-positive  discrepancies

报告人：王枫（浙江大学）

摘要: I will talk about the recent work with Professor Tian and Chi Li. At first, we extend Tian’s work to the log smooth case. Then for a K-polystable Q-Fano varieties X with non-positive  discrepancies, we show that there exists conic KE metrics on the resolution and these metrics converges to the singular KE metric on X.

时间： 2017年11月14日 上午10:15-12:15

地点：蒙民伟楼1105室

邀请人：许奕彦 老师